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In Access: SELECT item_id FROM Sale INNER JOIN Line_Item ON Sale.Invoice_No = Line_Item.Invoice_No WHERE Date LIKE '*11*2007' AND Line_item.item_id IN (SELECT Item.item_id FROM Item INNER JOIN Consignment_Seller ON Item.Consignment_Seller_ID = Consignment_Seller.Seller_ID WHERE name = 'Parker Smith' AND Price_Sold IS NOT NULL); e Report the amount due to Parker Smith for all sales of his items this month. SELECT SUM (Line_Item_Price * fee_percent) as Smith_comission FROM ( ( ( Sale JOIN Line_Item ON Invoice_No ) JOIN Item ON Item_ID ) JOIN Consignment_Seller ON Consignment_Seller_ID = Seller_ID ) WHERE name = 'Parker Smith' AND Date LIKE '%2007-11%'; In Access: SELECT SUM(Line_Item.Line_Item_Price * Consignment_Seller.fee_percent) AS Smith_comission FROM ((Sale INNER JOIN Line_Item ON Sale.Invoice_No = Line_item.Invoice_No) INNER JOIN Item ON Item.Item_ID = Line_Item.Item_Id) INNER JOIN Consignment_Seller ON Consignment_Seller.Seller_ID = Item.Consignment_Seller_ID WHERE Consignment_Seller.name = 'Parker Smith' AND Sale.Date LIKE '*11*2007*'; f Report all sales of items not on consignment (Consignment_Seller_ID is NULL) this month. SELECT Item_ID FROM ( ( Sale JOIN Line_Item ON Invoice_No JOIN Item ON Item_ID ) WHERE Consignment_Seller_ID IS NULL AND Price_sold IS NOT NULL AND Date LIKE '%2007-11%'; In Access: SELECT Line_item.Item_ID FROM (Sale INNER JOIN Line_Item ON Sale.Invoice_No = Line_Item.Invoice_No) INNER JOIN Item ON Line_Item.Item_Id = Item.Item_ID WHERE Item.Consignment_Seller_ID Is Null )

4.90. (a) 0.04979 (b) 0.1494 (c) 0.2241 (d) 0.2241 (e) 0.1680 (f) 0.1008 4.92. (a) 0.05610 (b) 0.06131

TableAlignments Center]

4.91. (a) 0.0838 (b) 0.5976 (c) 0.4232

4.93. (a) 0.00248 (b) 0.04462 (c) 0.1607 (d) 0.1033 (e) 0.6964 (f) 0.0620 4.95. (a) 5 > 3888 (b) 5 > 324 4.97. 1> 16 4.99. (a) a 4.96. (a) 0.0348 (b) 0.000295

TableForm[list, TableHeadings {None, {"Column1","Column2","Column3"}}, TableAlignments Center] Column1 a d g Column2 b e h Column3 c f i

4.98. (a) 70 > 429 (b) 1> 143 (c) 142 > 143 13 39 52 b a b^a b 6 7 13 40 20 60 b a b^a b 10 10 20 (b) a 13 39 52 b a b^a b 0 13 13

TableForm[list,TableHeadings {{"Row1","Row2","Row3"}, None},

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There are four constraints that can be specified: PRIMARY KEY, FOREIGN KEY, UNIQUE and CHECK The primary key constraint identifies the column or columns that comprise the primary key A foreign key constraint identifies a column that contains values of a primary key in a different table Foreign keys are the mechanism for creating relationships among rows (entities) in different tables A unique constraint requires all rows in the table to have unique values for the column or set of columns specified in the constraint A unique constraint is sometimes called a candidate key, because the unique column(s) could be used as a primary key for the table, in place of the chosen primary key.

(b) [(40C0)(20C20)

(40C1)(20C19)

TableDirections is an option that determines how the entries of the table should be placed. If list represents a two-dimensional nested list, then TableDirections Column prints the table with the first element of each inner list in the first column, the second element of each inner list in the second column, and so forth. (This is the default.) TableDirections Row interchanges the positions of the columns with the rows.

4.101. (a) 3> 4 (b) 3> 4 4.103. (a) 0 (b) 9> 5 4.105. (a) 3/4 (b) 1/3

list = Array[a, {3, 4}]

13 e 8

5 e 2

{{a[1, {a[3,

Here are examples of several CREATE TABLE commands: CREATE TABLE Student ( Sname VarChar(25) Not Null, Dorm VarChar(20) Not Null, Room Integer, Phone Char(12), Major VarChar(20), MajorAdvisorName VarChar(25), CONSTRAINT StudentPK PRIMARY KEY( Sname, Dorm ), CONSTRAINT StudentDormFK FOREIGN KEY( DORM ) REFERENCES Dorm( Dorm ), CONSTRAINT StudentFacultyFK FOREIGN KEY( MajorAdvisorName ) REFERENCES Faculty( Fname ) ); CREATE TABLE Dorm ( Dorm VarChar(20) Not Null, RA VarChar(25), CONSTRAINT DormPK PRIMARY KEY( Dorm ) ); CREATE TABLE Faculty ( Fname VarChar(25) Not Null, Dept VarChar(20), CONSTRAINT FacultyPK PRIMARY KEY( Fname ) ); Another kind of constraint is the CHECK constraint A CHECK constraint allows one to specify valid conditions for a column.

4.109. (a) 21.0 (b) 26.2 (c) 23.3

1], a[1, 2], a[1, 3], a[1, 4]}, {a[2, 1], a[2, 2], a[2, 3], a[2, 4]}, 1], a[3, 2], a[3, 3], a[3, 4]}}

4.111. (a) 20.1 (b) 36.2 (c) 48.3 (d) 63.7

4.113. (a) 16.0 (b) 6.35 (c) assuming equal areas in the two tails, x2 1 4.114. (a) 122.5 (b) 179.2 4.115. (a) 207.7 (b) 295.2

TableForm[list, TableDirections Column] a[1, 1] a[1, 2] a[1, 3] a[1, 4] a[2, 1] a[2, 2] a[2, 3] a[2, 4] a[3, 1] a[3, 2] a[3, 3] a[3, 4] TableForm[list, TableDirections Row] a[1, 1] a[2, 1] a[3, 1] a[1, 2] a[2, 2] a[3, 2] a[1, 3] a[2, 3] a[3, 3] a[1, 4] a[2, 4] a[3, 4]

4.116. (a) 2.60 (b) 1.75 (c) 1.34 (d) 2.95 (e) 2.13 4.117. (a) 3.75 (b) 2.68 (c) 2.48 (d) 2.39 (e) 2.33 4.118. (a) 1.71 (b) 2.09 (c) 4.03 (d) 4.119. (a) 1.81 (b) 2.76 (c) 0.128 1.37

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